Latest Articles for Mathematics

Learn how deep backward dynamic programming addresses nonlinear partial differential equations.

Exploring the link between derangement graphs and orthogonal Latin squares.

A look into periodic solutions and their stability in dynamical systems using Chebyshev polynomials.

This paper studies conditions for supporting generic derivations in exponential fields.

Explore the fascinating world of entire functions and their unique properties.

Explore a new method for optimizing Markov chains effectively.

Investigating the interaction between rational maps and Hecke groups through mating.

Discover the role of affine semigroups and their lifts in mathematics.

A look at how Ideal Flow Networks simplify and optimize various systems.

A look into the distribution and importance of polynomial zeros.

This article presents methods to stabilize parabolic equations with control systems against disturbances.

Explore the conditions for existence and uniqueness of stochastic transport equations.

An exploration of cusp forms through their Fourier coefficients and recent research findings.

An overview of hyperbolic geometry and its connections to algebra.

This article presents a new weighted approach to the Trollope-Delange formula.

Analyzing how particle concentrations change over time through random movement and interactions.

Exploring the complex behaviors of materials with misaligned building blocks.

A look into the importance of random matrices in physics and mathematics.

An overview of limit cycles in dynamic systems and their implications.

Exploring advancements in vector tomography for electric field reconstruction.

A look into how individuals in groups influence overall movement.

Exploring the connection between covering systems and polynomial rings over finite fields.

An overview of the depth-Bernstein center's role in group representations.

Explore the unique properties and uses of spider mechanisms in various fields.

A look into Riemann surfaces and their properties via Bergman kernels.

Exploring the transformations and properties of rational surfaces in mathematics.

Investigating the links between different geometric structures for practical applications.

Learn how decoupling principles simplify complex mathematical shapes.

Research advances in identifying zeros of cosine polynomials.

Explore the world of integer partitions and their significance in mathematics.

Exploring the relationship between group theory and sampling methods.

Vietoris-Rips complexes reveal data patterns through geometric relationships between points.

Researchers study stability and blowup solutions in the complex Ginzburg-Landau equation.

Exploring the intersection of data privacy and continuous learning methods.

Examining metrics and regularity in complex dynamical systems.

This article discusses categories, fibrations, and their significance in mathematics.

Exploring higher-derivative terms in the sine-Gordon model reveals new phase behaviors.

This article covers key inequalities governing Gaussian random variables.

A study on linear maps that maintain positivity in non-negative functions and sequences.

Explores the connection between elliptic curves and the distribution of prime numbers.